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Sports quiz

F1 driver chain: link two drivers through their teams

You are given two drivers from the world championship standings of 1950 to 2025. Type a team the first one drove for, then another driver of that team, then one of his teams, until you reach the second. Three journeys make a play.

Format
Chain
Items
3 journeys
Limit
None
Level
Hard
Checked
2026.10.03
In play
78 driver or teams
A play
3 journeys
Each journey
4 to 6 links at the shortest
Scoring
5 for a shortest route with no help
Clock
None to beat
  • Type a driver or team linked to the one you are in and press Enter. Any route to the destination counts.
  • A name that is not linked, or is already on your route, is refused and costs nothing. Undo takes back a step.
  • A hint gives the first letter of a next step. Hints count as help.
  • Pause whenever you like (Esc). The board hides while the clock is stopped.

Type a team the driver drove for, or a driver of the team you are on, and press Enter. Keep going until you reach the destination.

About this quiz

51 drivers and 27 teams are in play: every driver listed in the final standings of at least 10 seasons from 1950 to 2025, and every team listed in at least 6 of them. A driver and a team are linked when a season's final standings list that driver with that team's car.

  • Every journey runs from one driver to another, who never shared a team in the standings. Drivers and teams take turns on the route.
  • Each season's final standings list a driver once, with one car, so a move in the middle of a season counts only for the team shown there.
  • A team is the start of the car's name (McLaren Mercedes is McLaren). Footwork, the name Arrows raced under from 1991 to 1996, counts as Arrows. A name used again by a different outfit is the team of one run here: Lotus of 1958 to 1994, Mercedes of 2010 to 2025 and Renault of 2002 to 2020. A driver of another run is refused with the reason.
  • Drivers with fewer seasons and smaller teams can be typed but are not in play. A family name alone works when no other driver in the archive shares it.
  • A shortest route with no help scores 5. Each extra link costs a point, down to 2. Arriving with help scores 1, and a revealed route scores 0.
  • A hint gives the first letter of a next step on a shortest route; a second hint in the same place names it. When a journey ends, every equally short route is listed.
  • The first three journeys of each day are the same for everyone. Play again for fresh ones.

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